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The grocery store sells kumquat for $4.50 a pound and Asian pears for $3.75 a pound write an equation in standard form for the weight of kumquat k and Asian pears p that a customer could buy with $16

Verified Answer :

1 pound kumquat = 4.50
1 pound pear = 3.75
4.50k + 3.75p = 16

Answer:

let k represents the kumquat weight(in pound) and p represents the Asian pears weight respectively.

As per the given conditions,

The grocery store sells kumquat for $ 4.50 a pound

⇒ for 1 pound @@MATH_TOKEN_0@@ $4.50

then, in k pound  = \(4.50 k\)

similarly,

The Asian pears for $3.75 a pound

⇒ for 1 pound @@MATH_TOKEN_2@@ $3.75

then, in p pound  = \(3.75 k\)

Standard form of the equation is in the form of  Ax + By = C:

The weight of kumquat k and Asian pears p that customer could buy with $ 16,

then the standard form of equation is: 4.50k +3.75p = 16

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